Elliptic problems and Hamiltonian systems with twisting nonlinearities
报告人:
刘兆理 教授
首都师范大学 杰青获得者、长江教授
报告时间:
2010-10-28 15:30
报告地点:
理科楼1304报告厅
主办单位:
数学科学系
简介:
For elliptic problems and Hamiltonian systems with nonlinearities of linear growth, we talk about xistence of nontrivial solutions without imposing any resonance or non-resonance conditions at infinity. The existence is assured under a twisting of the nonlinearity between the origin and the infinity, and we do not assume an asymptotic of the nonlinearity at the infinity to exist. The novelty of our results is that we allow arbitrary interaction of the nonlinearity and the liner spectrums at infinity.
